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Tour of China II

(2.1)
2016»Stage 3»LilingLiling(116km)

Regression line on weight and result

With regression analysis we can check if there is a relationship between a dependent (also called outcome variable) and an independent variable. In this statistic, the relationship between the weight of a rider and the result (outcome) is investigated.

The formula for the regression line on the riders in the result is as follows:

result = 0 * weight + 54

This means that on average for every extra kilogram weight a rider loses 0 positions in the result.
#RiderWeight (KG)
1 MUDGWAY Luke65
2 STACCHIOTTI Riccardo70
6 BENFATTO Marco71
7 VINGEGAARD Jonas58
8 KUBOKI Kazushige68
10 LUNARDON Paolo77
12 AHIYEVICH Aleh70
13 WANG Meiyin70
17 SERGIS Kaspars75
18 NEMATI KHIAVI Ali60
20 FLORES-COUDERC Geraud64
22 GALARRETA David77
28 BANI Eugenio72
29 DE KEIJZER Gerd72.6
32 PAPOK Siarhei76
33 PERON Andrea70
35 VASILYEV Maksym70
36 MAZUKI Nur Amirul Fakhruddin57
39 LIEPIŅŠ Emīls67
41 BOGDANOVIČS Māris68
44 RAMANAU Raman68
45 MERSEBURG Dominik75
46 NATAROV Yuriy68
47 MARINI Nicolas72
50 METLUSHENKO Yuri82
52 NIKITIN Matvey61
59 KANGANGI Suleiman64
62 MARTINS Uri70
64 PACIONI Luca67
68 GOH Choon Huat54
70 BICHLMANN Daniel72
72 STALNOV Nikita63
75 CHICCHI Francesco76
77 CHOI Hiu Fung53
78 TSOY Vladimir73
86 KOGUT Volodymyr73
88 CHERHAL Corentin60
89 WILMANN Frederik69
92 DE MARCHI Mattia63
96 FREDYUK Volodymyr77
99 BAZHKOU Stanislau65
101 BĒCIS Armands82
108 HOLLER Nikodemus58
112 KASYANOV Oleksiy62
115 RASMUSSEN Alex88
117 NIBALI Antonio65
118 COLLI Daniele73
119 ISHIBASHI Manabu68